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BO और CO क्रमशः ΔABC के ∠B और ∠C के द्विभाजक है। AO, BC तक बढ़ाया जाता है जो P पर मिलता है।
ज्ञात कीजिए। A.)
B.)
C)
D) 
Q2.) In a ΔABC, ∠C = 3∠B = 2(∠A+∠B). Find the largest angles.
एक ΔABC में, ∠C = 3∠B = 2(∠A+∠B). सबसे बड़ा कोण ज्ञात कीजिए।
A.) 60o B.) 90o C) 100o D) 120o
Q3.) The value of
is - 
का मान है-
A.) (a+b)3
+ (b+c)3 + (c+a)3
B.) a+b) + (b+c) + (c+a)
C) (a+b)3
(b+c)3 (c+a)3
D) (a+b) (b+c) (c+a) Q4.) If 24 carat gold is considered to be hundred percent pure gold. then the percentage of pure gold in 18 carat gold is -
यदि 24 कैरेट सोने को 100 प्रतिशत शुद्ध सोना माना जाता है, तो 18 कैरेट में शुद्ध सोने का प्रतिशत क्या है?
A.) 18% B.) 24% C) 50% D) 75%
Q5.) If x +y = 16 then find the maximum value of xy?
यदि x +y = 16 तो xy का अधिकतम मान ज्ञात कीजिए ?
A.) 60 B.) 64 C) 72 D) 80
Q6.) A reduction of 20% in the price of wheat enables a man to buy 25 kg of wheat more for Rs. 40. Find the price of what per quintal after the reduction?
गेहूँ के मूल्य में 20% की कमी होने से एक आदमी 40 रू. में 25 किग्रा. गेहूँ अधिक खरीद सकता है। गेहूँ का प्रति कुन्तल कम हुआ मूल्य क्या है?
A.) 30 B.) 32 C) 35 D) 40
Q7.) A labourer was engaged for 25 days on the condition that for every day, he worked he will paid Rs. 2 and for everyday, he is absent, he will be fined 50 paise. If he receives only Rs. 35.00, the number of days he was absent is -
एक श्रमिक को 25 दिनों के लिए सशर्त लगाया गया था, कि उसके प्रत्येक दिन काम करने के लिए 2 रू. भुगतान किया जायेगा और प्रत्येक दिन अनुपस्थित रहने पर 50 पैसे दण्ड लगेगा। यदि उसने केवल 35.00 रू. प्राप्त किया तो वह कितने दिन अनुपस्थित रहा?
A.) 3 B.) 4 C) 6 D) 8
Q8.) The perimeter of a rectangular field is 1.6 km. The greatest possible area it may contain is -
एक आयताकार मैदान का परिमाप 1.6 किमी. है। इसका अधिकतम संभव क्षेत्रफल हो सकता है-
A.) 13 B.) 14 C) 16 D) 18
Q9.) If 14000 copies of Hindustan Times be issued daily, each copy consisting of 4 sheets and each sheet measuring 75 cm. × 50 cm., the number of hectares one edition will cover is -
यदि हिन्दुस्तान टाइम्स की 14000 प्रतियां प्रतिदिन निकलती है, प्रत्येक कॉपी में 4 सीटे होती है, और प्रत्येक सीट की माप 75 सेमी. × 50 सेमी. है, तो एक संस्करण से कितना हेक्टअर क्षेत्र ढका जा सकता है?
A.) 2.1 B.) 2.4 C) 2.6 D) 2.8
Q10.) A, B and C can do piece of work in 24, 30 and 40 days respectively. They began the work together but C left four days before the completion of the work. In how many days was the work done?
A, B और C एक काम को क्रमशः 24, 30 और 40 दिनों में समाप्त कर सकते है। वे काम को एक साथ करना प्रारम्भ करते है, लेकिन C काम के पूरा होने के चार दिन पहले काम छोड़ देता है। काम कितने दिनों में पूरा हुआ था?
A.) 11 B.) 12 C) 13 D) 15
Answer Key
- (A)
2.(D)
3.(D)
a + b + c = 0
4.(D)
5.(B)
x = y = 8
xy = 64
6.(B)
Owing to the reduction in price, saving = 20% of 40 = Rs. 8.
Reduced price of 25 kg. = Rs. 8
Reduced price of 1 quintal
7.(C)
Wages of 25 days = 25×2 = 50
Deductions = 50 – 35 = 15
8.(C)
Sol
Perimeter = 1.6 km = 1600m
The area of Rectangle will be maximum if it is a square
Side = 1600 ÷ 4 = 400
Area = 4002 = 160000 = 16 hectare
9.(A)
Area of 1 copy = 4×75×50 = 15000
Required area = 14000×15000=21000000= 2.1 hectare
10.(A)
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